Answer:
It is $30,000(C)
Explanation:
Depreciable cost = $90,000
Using straight-line method,
Annual depreciation = $90,000/3
= $30,000.
Hence, depreciation expense at the final year of service is $30,000
We cannot make use of entire cost of equipment of $120,000 because it seemed the company wanted to sell its scrap value for $30,000. Hence, this has been used to reduced it cost to $90,000 which is a depreciable cost .
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Given Information:
Current Population = P₀ = 7 billion = 7x10⁹
Growth rate = r = 3 %
Period = t = 100 years
Required Information:
(a) Population after 100 years = ?
(b) Population after t = 0, 1, 2, 10, 25, 50 years = ?
(c) Population vs time graph = ?
Explanation:
The human population growth can be modeled as an exponential growth,

where P₀ is the current population, r is the growth rate and t is the time period
(a) What would the population equal 100 years from now?

P = 140.6x10⁹
(b) Compute the level of the population for t = 0, t = 1, t = 2, t = 10, 25, and t =50
<u>t = 0</u>
P = 7x10⁹e⁰
P = 7x10⁹
<u>t = 1</u>
P = 7x10⁹e^0.03*1
P = 7.213x10⁹
<u>t = 2</u>
P = 7x10⁹e^0.03*2
P = 7.423x10⁹
<u>t = 10</u>
P = 7x10⁹e^0.03*10
P = 9.45x10⁹
<u>t = 25</u>
P = 7x10⁹e^0.03*25
P = 14.82x10⁹
<u>t = 50</u>
P = 7x10⁹e^0.03*50
P = 31.37x10⁹
(c) Make a population versus time graph
Attached as image
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Answer:
<u>Monthly housing payment 2,033.22</u>
Explanation:
We need to calculate the monthly cuota of the mortgage
It will be the cuota of a 30 year annuity at 7.5 rate

We should convert the year in month and the rate in monthly, because the payment are monthly.
time= 30 year so 30 x 12 = 360 months
rate = 0.075 / 12 = 0.00625 monthly
Present Value = 225,000

C = $1,573.23
Now we will calculate the propert taxes, insurance per month
2,050 / 12 = 170.83
530 / 12 = 44.16
1,573.23 + 170.83 + 44.16 + 245 = 2,033.22